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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABo0lEQVRYhe2Uv0sCYRiAn7vKrDDxRxQiBBFmQdFQ9B8E0tLUUEr9Ae3OjQZt0VZL5uwWbTX2g6AGoaEgipAIxSA8BP0aTjmV6zzzbOme5ePe7717n+97v/vA5r8jNT0Lg7k/FzDK65pATUJqejbznqUCRkWahbqyOz+1Qi/PbK4ucgcSQWCpk+Kt0F+d7IjiDwuGRgW+6eoYFsiO6G+KtOpf43lwj58gO9aJJGBmFSQJvj7gNgmXB1AppSg8b1gpUCchgWcStm/AOazNXuzB4hbIfbC/AIXnGJVS0qyA0Rmol5TwT0Ek0Vj8/QFermDQp8YjCfBOHJstblYAIEgxr257jUoZznchvKLFZlahmFfzLRYI4PSqPa9ReIW7IwjMazFJAqcHYMxqgTeUHIi6n6LXCZtnEJjTYkKAkgfIWi3wyoAHMmkt4hqF0HJjViYNA14132IByD3FOI2D8qk/r3zCaRxyjzHT3wR6TGeK8j39rhDXh7O4gzASVnsuhLry1BpUSkmU3E47Au3TcBNWR3/3bkIjgqinPUsbPbexsbGxaeYbhK1vmcoC4fUAAAAASUVORK5CYII=) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhe2Uu04CQRSGv0WDGKO4gNEYAkaNriZ2JjwDjbEy8cIDmNhZUFtS2dhYWIHEUisewMpLYUy08xpiqCDQuCGRsRhRwHUZBGzcr9ls5t/5/znn7IDDf0dreBc2a38ewE7XtQDVEFrDu8p3HQ1gZ9IYqCvV+akVVjpVrSWuNkIEgUg75s2wPp3LvUHAEAyMCvxz8hkwBC73xm9MmvWvfh684UNc7jWiCZhfBk0DIeD2GDJxqJTTFJ/WOxmgJoQG+jRsXYJn6LvKLMHeIhSfYlTKKdUAdjNQG1IjMAvRhLV5MQs3JxDZBN9kUtUcoFdRF+S1IMtey/M5XB1B4RGWdmE4BKcJqYesysYqFQAYx+OTPf80P4P9CHi8sJoEPSzXPTrAmOK+yhV4wczLgauGGAjA9gPoIdA+ziEEmAWAnGoA1Qpk6dfltFfxT4Fv4ssc5Hq/T+o7HADy9zEycTntVpgl+Svm72LKewI9ykrxdk3f4AwXBwt4gzBi1N8D6RWolFOY+Z1WArRO3U1odP0mtCOInPYcLfTcwcHBwaGRd5AkcX6SR0eVAAAAAElFTkSuQmCC) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlUlEQVRYhe2UTUsCQRiAn1nJjCjRjCIEISpN6hb0G7zZsbJ/EHTs1KEOgbcOXTvZx7GCoKCgH1CnQANvQYQUaHVRhJwOw2Lato26dmmfy7Iz7+77zLwzL7j8d0TTu7SZ+3MBu7iuCZgSould5ztHBeySNAt1ZXd+KoVVnG6sJUYHEmFgvpPkv2G9OsObIhST9I9IhqbVMxSTGN5UO0l+q1/jefBHDjC8SyTSEE+CECAl5E7gfB1q1UPeHpadFPgiISAwAau34Bv8HlV5h905eHtYoVbd1xWwOwNfJQWhKCTS1slBjSfSEBzP6CbXFQAIUy6pbTcpZOElr0pgEk9CuaTiHRYYwxdUNTfx9MBOFLKn9TEhwBcAGHVa4IlKsXG1oUlYPIajBXi+V2NSQqUEUHBa4JG+gDrtJkLATBLWcnC1DeVXNd8XVPGa6LdRw5vCH8lY3oLyK+TO4Hqr5Vvg0RaQH3f0DkxxszeLPwzDsXofyF/A5QbUqvtUipva/2yLhk4Y63ontCOMOu0FWqi5i4uLi0szn3PodTyTBAweAAAAAElFTkSuQmCC) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmklEQVRYhe2Uv0sCURzAP3fCpUWFP6IIQYgwE4KgoMbG3JwaSmlobc650b21pczZJaK/oSBwMBoKhJAaUjLCQ8rX8LIzs/Oss6X7LMf7vu/d9/Pe+94Dh/+O0jYWJnN/LmCW1zeBpoTSNrbynq0CZkXahfqyO98dRac8q7kdUX8hEQSWflO8G51Xp2oJAhHB0LjAPyufgYhA1RI/KdLt/D73w2joCFVbJ5aGaBwUBYSAQg5OUtCoZ3ksbtgp0CKhgHcats/BPfI1S6/C3iI8FpM06hmrAmY90CqpEJiBWLpzcZDxWBp8U4dWi1sVAAhSq8htb+XqFJ7ujXE0DrWKzLdZYBK3T555k1IeDlbhRTdiigJuL8CE3QIl9LJsuI/IBcxvwWjLYoUAvQJwZ7fALR6v7PYml8ewsgOqy4gVcuDxyXybBaB8k+QkJbv9+QFCyzAWNub1qvwVy9dJy98EXN1T3hGveQaGw5ztz+HSYGETtEHjHsiuQaOeQS/v9iLQO6qWwN+8CSN9vwnNCCK7/Y4eztzBwcHBoZ03WGdyPVy5kGcAAAAASUVORK5CYII=) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlklEQVRYhe2Uv0sCYRjHP3fFoSWGdpHEQVBSJrUF/Q1uTg1lS0FTe3OjS1NTNKVJo1tQS2vhUoNNDYKEBWkGpQj6Nhziz84Xf7R03+W49/3efT/3Ps89YOu/S2m7FxZ7fw5g5RsZQB1CabuXeW6oAFYh7UAjOZ3fStHNJ+vtKnUACAPYGCS8l7p/napF0AOCyVnB9Ip51QMCVYv0E9Krfq39MDV/gaptEYpCMAyKAkJAOglXh1CrJChmtocJ0AShgMcPBylwuDtd5U84WYdiZodaJS4LYNUDzZAK+jKEot3DwVwPRcG7EJMNlwUAMCgVzGOvSwh4f4a3p8ZaMAylgukfMsAcDq9Z83r43Skc+6FWbbgUBRweAJ8swLik74Vy3gwGuD+D1Dns3oJvteESAsoFgNywAbI4PWa3f3+A5oL9G9AmWl3pJDi98PWalQWQH6OqFsFlxNi7Bn2xc7/Pv2BMGkBUH3G4l3i4XGPKgJlA6xxIbEKtEqecP5J+Z19qmYSBkU9CKxmY3Z4DpGtuy5YtW7ba9QORx3c4UfM5OgAAAABJRU5ErkJggg==) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoElEQVRYhe2Uvy8DYRyHnztURZBWhUgTIsKRMBGLxNxYTAY0MZkkBoPZ2MQoNoOoTgabvwGNhKGJgaTR0Ir0UtL00kRfw0X6w7m+1dbinuVy7/u5+z73ft97weG/o1TcC5u5PxewyzVN4EtCqbiXea6hAnZFKoWasjo/tcIqJ5u1RK1Dwg/M1VO8GtZfp7rW8GmCzn5B74R59WkC1bX2myLV+le+H3qGTlBdKwRCMLkEigJCQOwMznegkI+Qia82UqBEQgHPKGxGwd39PWW8wf4MZOJBCvmwrIDdHiiVVPCNQyBkXRzM8UAIvCPHssVlBQD85HRz2b8ofIAeh/dUcWxyCXK6mW+wwCBur9lzgJc7ON2AvWF4vimmFAXcHoABWYFWydwTRhqyrxA9gsdL0BZhfgsGp4spIcDQAZKNFkjg9sB1GGbXYWHbOhU7gw4vZFMJWQHZFoD+EOTiANQ263njzfwV0/dB6XcCLdJJ8XFLe9cYV4dT9PihTys/ByLLUMiHMdK7tQjUTtlJqDX9JLTDj7nbk4B0zx0cHBwcKvkEWQ5zcffEnrMAAAAASUVORK5CYII=) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnElEQVRYhe2UTUsCURSGn5nKlEjRjEKEKKJMaFEE0U+QNq6CSvct2rtu6b6Wtck+lkELf0RB0KJWFUFILVJGCCclb4tL6Ng03krbNM9muHPeuee995w54PLf0VrWwiH25wacdF0z8GFCa1mrfNdRA05JWg115Xa+KoWdTlVri/4LE1Fg8TfJ22F/Ot2TIhwTDIwIhmbkMxwT6J7UT5K0q5+1HwJjB+ieNRJZiCdB00AIuDqBfAbq1UOM+/VOGmgyoUFwEjbPwev/rDLLsL0Axn2aejWnasCpB5pNaoSnIZG1Tw7yfSILoYl91eSqBgCiVEry2gFqFTAK8HxnVcWTUClJvSK9iroIngBcHMH1KVwdNyLLO7C0AZoue8IbhJenUeChkwYKVA2YW4X5NajtyZPWXmFovKESAswSwKPivsoleMAXlN0O0OcDf8SaHGTcF5L6DhuA4m2afEZ2ux1mWf6KxZu08p5Aj7JSvF3SPzjF2e4sgSgMx6xz4HAF6tUcZnHrOwa+j2USxro+CZ2IAqPIhlOuuYuLi4tLK+8oG3ZPv/qlhAAAAABJRU5ErkJggg==) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur248078 2.4s linear infinite forwards;
}